Magnetoresistance effect element

ABSTRACT

A magnetoresistance effect element has a first ferromagnetic metal layer, a second ferromagnetic metal layer, and a tunnel barrier layer that is sandwiched between the first and second ferromagnetic metal layers, the tunnel barrier layer has a spinel structure in which cations are arranged in a disordered manner, and the tunnel barrier layer is expressed by a composition formula of (M 1-x Zn x )((T1) 2-y (T2) y )O 4  wherein M represents a non-magnetic divalent cation other than Zn, each of T1 and T2 represents a non-magnetic trivalent cation, and x and y represent a composition ratio in a region where composition ratios combined as follows ((1) to (5)) are vertexes, and the vertexes are connected by straight lines: (1) x=0.2, y=0.1, (2) x=0.8, y=0.1, (3) x=0.8, y=1.7, (4) x=0.6, y=1.7, and (5) x=0.2, y=0.7.

This is a Continuation of application Ser. No. 15/556,435 filed Sep. 7, 2017, which in turn is a National Stage Application of PCT/JP2016/059945 filed Mar. 28, 2016, which claims the benefit of Japanese Patent Application No. 2015-071413, filed on Mar. 31, 2015. The disclosure of the prior applications is hereby incorporated by reference herein in its entirety.

TECHNICAL FIELD

The present invention relates to a magnetoresistance effect element.

BACKGROUND ART

Giant magnetoresistance (GMR) elements formed of a multilayer film consisting of a ferromagnetic layer and a non-magnetic layer, and tunnel magnetoresistance (TMR) elements using an insulating layer (a tunnel barrier layer or a barrier layer) as a non-magnetic layer have been known. In general, TMR elements have higher element resistance than GMR elements, but a magnetoresistance (MR) ratio of the TMR elements is higher than that of the GMR elements. The TMR elements can be divided into two types. One type is related to TMR elements using only a tunneling effect using an effect of soaking-out of a wave function between ferromagnetic layers. The other type is related to TMR elements using coherent tunneling using conduction in a specific orbit of a non-magnetic insulating layer where tunneling is carried out when the above-described tunneling effect is caused. TMR elements using coherent tunneling have been known to obtain a higher MR ratio than TMR elements using only tunneling. The coherent tunneling effect is caused in a case where both of the ferromagnetic layer and the non-magnetic insulating layer are crystalline and an interface between the ferromagnetic layer and the non-magnetic insulating layer is crystallographically continuous.

Magnetoresistance effect elements are used for various purposes. For example, magnetoresistance effect-type magnetic sensors have been known as magnetic sensors, and magnetoresistance effect elements determine characteristics of a reproducing function of hard disk drives. Magnetic sensors have a system that detects, as a resistance change of a magnetoresistance effect element, an effect that a magnetization direction of the magnetoresistance effect element is changed by an external magnetic field. Highly anticipated devices are magnetoresistance change-type random access memories (MRAM). MRAMs are memories that read magnetoresistance as digital signals of 0 and 1 by appropriately changing ferromagnetic magnetization directions of two layers to parallel or antiparallel directions.

LITERATURE Patent Documents

-   [Patent Document 1] Japanese Patent No. 5586028 -   [Patent Document 2] Japanese Unexamined Patent Application, First     Publication No. 2013-175615

Non-Patent Documents

-   [Non-Patent Document 1] Hiroaki Sukegawa, a [1] Huixin Xiu,     Tadakatsu Ohkubo, Takao Furubayashi, Tomohiko Niizeki, Wenhong Wang,     Shinya Kasai, Seiji Mitani, Koichiro Inomata, and Kazuhiro Hono,     APPLIED PHYSICS LETTERS 96, 212505 [1] (2010) -   [Non-Patent Document 2] Thomas Scheike, Hiroaki Sukegawa, Takao     Furubayashi, Zhenchao Wen, Koichiro Inomata, Tadakatsu Ohkubo,     Kazuhiro Hono, and Seiji Mitani, Applied Physics Letters, 105,     242407 (2014) -   [Non-Patent Document 3] Yoshio Miura, Shingo Muramoto, Kazutaka Abe,     and Masafumi Shirai, Physical Review B 86, 024426 (2012)

DISCLOSURE OF INVENTION Problem to be Solved by Invention

In recent years, it has been required to use MgO or MgAl₂O₄ as a non-magnetic insulating layer in order to cause the coherent tunneling. It has been reported that depending on the production method, MgO or MgAl₂O₄ exhibits a maximum MR ratio at a specific film thickness and the MR ratio is gradually reduced at a film thickness exceeding the above specific film thickness. That is, the tunnel barrier layer is very sensitive to the film thickness, and it was difficult to produce magnetoresistance elements capable of obtaining a constant output voltage in a large amount of elements. Therefore, in a case where magnetoresistance effect elements are applied to magnetic sensors and the like, it is required to correct an output for each produced element.

Future devices such as magnetic sensors and MRAMs are required to obtain a sufficiently high MR ratio even at a high bias voltage. In a magnetic sensor, an electrical signal obtained as a resistance change in a circuit should be amplified in order to observe a minute magnetic field such as geomagnetism or biomagnetism. In order to realize higher sensitivity than conventional sensors, as well as the MR ratio, an output voltage or an output current is also required to be increased, and driving at a high bias voltage is also required. In a case of MRAM, high-voltage driving is required in a write operation. In spin transfer torque-type (STT) MRAMs, the more the magnetization direction of a ferromagnetic layer changes, the higher current density is required to be applied to the magnetoresistance effect element. The magnetization direction of a ferromagnetic layer is an effect of the action of a spin-polarized current on the spin of the ferromagnetic layer. Similarly to the MR ratio, a rewrite current is generated by a strong spin-polarized current, and thus a high MR ratio is similarly required at a high bias voltage in STT-MRAMs.

In Patent Document 1 and Non-Patent Document 1, a tunnel barrier having a spinel structure is reported to be effective as a substituent material for MgO. A spinel tunnel barrier expressed by a composition formula of MgAl₂O₄ has been known to obtain the same MgO ratio as MgO, and to obtain a higher MR ratio than MgO at a high bias voltage. In addition, in Patent Document 2 and Non-Patent Documents 2 and 3, there is a description that MgAl₂O₄ is required to have a disordered spinel structure in order to obtain a high MR ratio. The above-described disordered spinel structure denotes a structure where oxygen atoms are arranged in cubic close-packed lattice that is substantially similar to spinel lattice, the structure as a whole belongs to a cubic structure, but arrangement of magnesium and aluminum atoms are disordered. In an original ordered spinel, Mg and Al are arranged in order in the tetrahedral vacancies and octahedral vacancies in the original spinel. However, since these are arranged in random arrangement in the disordered spinel structure, the crystal symmetry of the structure is different from MgAl₂O₄, and the lattice constant of the structure is substantially half of 0.808 nm of MgAl₂O₄.

The invention is contrived in view of the above-described circumstances, and an object thereof is to provide a magnetoresistance effect element capable of obtaining an output voltage independent of a film thickness of a tunnel barrier layer.

Means for Solving the Problems

In order to solve the above-described problems, a magnetoresistance effect element has a first ferromagnetic metal layer, a second ferromagnetic metal layer, and a tunnel barrier layer that is sandwiched between the first and second ferromagnetic metal layers, the tunnel barrier layer has a spinel structure in which cations are arranged in a disordered manner, and the tunnel barrier layer is expressed by a composition formula of (M_(1-x)Zn_(x))((T1)_(2-y)(T2)_(y))O₄ wherein M represents a non-magnetic divalent cation other than Zn, each of T1 and T2 represents a non-magnetic trivalent cation, and x and y represent a composition ratio in a region where composition ratios combined as follows ((1) to (5)) are vertexes, and the vertexes are connected by straight lines;

(1) x=0.2, y=0.1,

(2) x=0.8, y=0.1,

(3) x=0.8, y=1.7,

(4) x=0.6, y=1.7, and

(5) x=0.2, y=0.7.

Regarding a composition ratio between the divalent cation expressed by (M_(1-x)Zn_(x)) and the trivalent cation expressed by ((T1)_(2-y)(T2)_(y)), in a case where the trivalent cation is 2, the divalent cation is 1. However, in a spinel structure in which cations are arranged in a disordered manner, the composition ratio between the divalent cation and the trivalent cation is not necessarily required to be a constant ratio. That is, a composition ratio in which the divalent cation is ±1 in a case where the trivalent cation is 2 may be obtained.

In the magnetoresistance effect element, the tunnel barrier layer has a spinel structure in which cations are arranged in a disordered manner. In a case where a different non-magnetic element is disposed in a cation site of the spinel structure of the tunnel barrier layer, the basic lattice constant is half the lattice constant of a conventional spinel structure, and the MR ratio is increased. In addition, by substitution of plural cations, an impurity level is formed in an energy gap, and when a certain voltage is applied to the element, conduction via the impurity level is caused. Therefore, the output voltage in magnetoresistance is not increased. As a result, a region where the output voltage is stable is formed.

In the magnetoresistance effect element, the tunnel barrier layer may have a lattice-matched portion that is lattice-matched with both of the first ferromagnetic metal layer and the second ferromagnetic metal layer, and a lattice-mismatched portion that is not lattice-matched with at least one of the first ferromagnetic metal layer and the second ferromagnetic metal layer.

In the magnetoresistance effect element, a volume ratio of the lattice-matched portion in the tunnel barrier layer with respect to a volume of the entire tunnel barrier layer may be 65% to 95%.

In a case where the volume ratio of the lattice-matched portion in the tunnel barrier layer is 65% or less, the effect of coherent tunneling decreases, and thus the MR ratio is reduced. In a case where the volume ratio of the lattice-matched portion in the tunnel barrier layer is 95% or greater, the interference effect between the spin-polarized electrons during passing through the tunnel barrier layer does not decrease, and thus an increase in passage of the spin-polarized electrons through the tunnel barrier layer is not observed. By making the number of constituent elements of the non-magnetic element smaller than half the number of elements of the aluminum ion, vacancies are generated in the cation sites, the vacancies and two or more types of non-magnetic elements occupy the cations sites, and thus lattice periodicity is disturbed. Accordingly, the MR ratio is further increased.

In the magnetoresistance effect element, in the composition formula, a difference in ionic radius between the cations represented by M, Zn, T1, and T2 may be 0.3 Å or less. That is, in a case where ionic radiuses of two cations among M, Zn, T1, and T2 are compared to each other, a difference therebetween may be 0.3 Å or less. In a case where the difference in ionic radius is small, the cations are unlikely to be ordered, and thus the lattice constant becomes smaller than that of a general spinel structure. Accordingly, the MR ratio is further increased in a case where two or more types of elements that are similar to each other in ionic radius are combined. In addition, the film thickness at which a region at which the output voltage is stable is formed is increased.

In the magnetoresistance effect element, in the composition formula, M may represent a cation of magnesium or cadmium. In a case where the difference in ionic radius is small, the cations are unlikely to be ordered, and thus the lattice constant becomes smaller than that of a general spinel structure. Accordingly, the MR ratio is further increased in a case where two or more types of elements that are similar to each other in ionic radius are combined. Particularly, in a case where the divalent cation includes a cation of magnesium or cadmium, a spinel structure in which the cations are disordered is easily obtained.

In the magnetoresistance effect element, in the composition formula, one of T1 and T2 may represent a cation of aluminum, and the other may represent a cation of gallium. In a case where the difference in ionic radius is small, the cations are unlikely to be ordered, and thus the lattice constant becomes smaller than that of a general spinel structure. Accordingly, the MR ratio is further increased in a case where two or more types of elements that are similar to each other in ionic radius are combined. Particularly, in a case where the trivalent cations are aluminum and gallium, a spinel structure in which the cations are disordered is easily obtained.

In the magnetoresistance effect element, in the composition formula, one of T1 and T2 may represent a cation of gallium, and the other may represent a cation of indium. In a case where the difference in ionic radius is small, the cations are unlikely to be ordered, and thus the lattice constant becomes smaller than that of a general spinel structure. Accordingly, the MR ratio is further increased in a case where two or more types of elements that are similar to each other in ionic radius are combined.

In the magnetoresistance effect element, in the tunnel barrier layer, the number of elements of the divalent cation may be smaller than half the number of elements of the trivalent cation. Disorder of cation sites is promoted, and the MR ratio is increased.

In the magnetoresistance effect element, at least one of the first ferromagnetic metal layer and the second ferromagnetic metal layer may be Co₂Mn_(1-a)Fe_(a)Al_(b)Si_(1-b) (0≤a≤1, 0≤b≤1). Co₂Mn_(1-a)Fe_(a)Al_(b)Si_(1-b) is a ferromagnetic metal material having high spin polarizability, and a higher MR ratio can be obtained than in a case where another ferromagnetic metal material is used.

In the magnetoresistance effect element, a film thickness of the tunnel barrier layer may be 1.0 nm or greater. In a region where the film thickness of the tunnel barrier layer is 1.0 nm or greater, the output voltage is constant. It can be thought that in a case where the film thickness of the tunnel barrier layer is 1.0 nm or greater, a proportion of a current that flows and does not contribute to magnetoresistance is constant, and the output voltage is constant.

In the magnetoresistance effect element, the first ferromagnetic metal layer may have larger coercivity than the second ferromagnetic metal layer. Since the coercivity of the first ferromagnetic metal layer is different from that of the second ferromagnetic metal layer, the element functions as a spin valve, and device application is possible.

In the magnetoresistance effect element, at least one of the first ferromagnetic metal layer and the second ferromagnetic metal layer may have magnetic anisotropy perpendicular to a stacking direction. Since it is not necessary to apply a bias magnetic field in a case where the element is used in a MRAM or a high-frequency device, it is possible to reduce the device in size. In addition, the element can be allowed to function as a recording element since it has high thermal disturbance resistance.

Effects of the Invention

According to the invention, it is possible to provide a magnetoresistance effect element capable of obtaining an output voltage independent of a film thickness of a tunnel barrier layer.

BRIEF DESCRIPTION OF DRAWINGS

FIG. 1 shows a stacked structure of a magnetoresistance effect element.

FIG. 2 is a diagram of a crystal structure of a spinel.

FIG. 3 is a schematic diagram of an ordered spinel structure and a disordered spinel structure with symmetry of Fm-3m having a lattice constant assumed in a tunnel barrier layer of the invention.

FIG. 4 is a schematic diagram of an ordered spinel structure and a disordered spinel structure with symmetry of Fm-3m having a lattice constant assumed in a tunnel barrier layer of the invention.

FIG. 5 is a schematic diagram of an ordered spinel structure and a disordered spinel structure with symmetry of Fm-3m having a lattice constant assumed in a tunnel barrier layer of the invention.

FIG. 6 is a schematic diagram of an ordered spinel structure and a disordered spinel structure with symmetry of F-43m having a lattice constant assumed in a tunnel barrier layer of the invention.

FIG. 7 is a schematic diagram of an ordered spinel structure and a disordered spinel structure with symmetry of F-43m having a lattice constant assumed in a tunnel barrier layer of the invention.

FIG. 8 is a diagram showing a structure to be evaluated of a magnetoresistance effect element according to an embodiment when seen from a direction perpendicular to a stacking direction.

FIG. 9 is a diagram showing the element structure according to the embodiment when seen from the stacking direction.

FIG. 10 is a diagram showing a film thickness (2 t) and a magnetoresistance (MR) ratio of a tunnel barrier layer of a magnetoresistance element of Example 1.

FIG. 11 is a diagram showing a film thickness (2 t) of the tunnel barrier layer of Example 1 and an output voltage obtained by the magnetoresistance effect.

FIG. 12 is a diagram showing results of evaluation of area resistance (RA) of the magnetoresistance element of Example 1.

FIG. 13 is a diagram showing a film thickness (2 t) and a magnetoresistance (MR) ratio of a tunnel barrier layer of a magnetoresistance element of Example 5.

FIG. 14 is a diagram showing a film thickness (2 t) of the tunnel barrier layer of Example 5 and an output voltage obtained by the magnetoresistance effect.

FIG. 15 is a diagram showing results of evaluation of area resistance (RA) of the magnetoresistance element of Example 5. The horizontal axis represents a film thickness (2 t) of the tunnel barrier layer, and the vertical axis represents RA.

FIG. 16 is a three-dimensional diagram of a range of a film thickness at which an output voltage independent of the film thickness is obtained in a case where a tunnel barrier layer of Example 6 has a composition ratio of (Mg_(1-x)Zn_(x))_(0.9)(Al_(2-y)Ga_(y))O₄.

FIG. 17 is a diagram showing a film thickness (2 t) and a magnetoresistance (MR) ratio of a tunnel barrier layer of a magnetoresistance element of Comparative Example 1.

FIG. 18 is a diagram showing a film thickness (2 t) of the tunnel barrier layer of Comparative Example 1 and an output voltage obtained by the magnetoresistance effect.

FIG. 19 is a diagram showing results of evaluation of area resistance (RA) of the magnetoresistance element of Comparative Example 1.

FIG. 20 is a diagram showing a film thickness (2 t) and a magnetoresistance (MR) ratio of a tunnel barrier layer of a magnetoresistance element of Comparative Example 2.

FIG. 21 is a diagram showing a film thickness (2 t) of the tunnel barrier layer of Comparative Example 2 and an output voltage obtained by the magnetoresistance effect.

FIG. 22 is a diagram showing results of evaluation of area resistance (RA) of the magnetoresistance element of Comparative Example 2.

FIG. 23 shows an example of a part in which the tunnel barrier layer and the ferromagnetic metal layer are lattice-matched. FIG. 23(A) shows a high-resolution cross-section TEM image. FIG. 23(B) shows an example of an image obtained by performing inverse Fourier analysis. In FIG. 23(B), components perpendicular to the stacking direction are removed, and thus lattice lines can be observed in the stacking direction. This shows that the tunnel barrier layer and the ferromagnetic metal layer are continuously connected to each other without interruption at an interface therebetween.

FIG. 24 is a diagram showing a structure of a cross-section including a direction parallel to a stacking direction of Example 7.

FIG. 25 is a diagram showing a proportion of a lattice-matched portion in which a tunnel barrier layer of Example 7 is lattice-matched with both of a first ferromagnetic metal layer and a second ferromagnetic metal layer, and characteristics of an element. FIG. 25(A) is a diagram showing element resistance (Rp) when magnetization directions of the first ferromagnetic metal layer and the second ferromagnetic metal layer are parallel to each other. FIG. 25(B) is a diagram showing element resistance (Rap) when magnetization directions of the first ferromagnetic metal layer and the second ferromagnetic metal layer are antiparallel to each other. FIG. 25(C) is a diagram showing a magnetoresistance ratio of the element.

EMBODIMENTS FOR CARRYING OUT THE INVENTION

Hereinafter, embodiments of the invention will be described in detail with reference to the accompanying drawings. In the description of the drawings, the same elements will be denoted by the same reference numerals, and an overlapping description thereof will be omitted.

First Embodiment

Hereinafter, a case where a magnetoresistance effect element according to a first embodiment has a first ferromagnetic metal layer 6, a second ferromagnetic metal layer 7, and a tunnel barrier layer 3 sandwiched between the first and second ferromagnetic metal layers, and the tunnel barrier layer 3 has a spinel structure in which cations are arranged in a disordered manner, and is expressed by a composition formula of (M_(1-x)Zn_(x))((T1)_(2-y)(T2)_(y))O₄ wherein M represents a non-magnetic divalent cation other than Zn, each of T1 and T2 represents a non-magnetic trivalent cation, and x and y represent a composition ratio in a region where composition ratios combined as follows ((1) to (5)) are vertexes, and the vertexes are connected by straight lines will be described:

(1) x=0.2, y=0.1,

(2) x=0.8, y=0.1,

(3) x=0.8, y=1.7,

(4) x=0.6, y=1.7, and

(5) x=0.2, y=0.7.

Regarding a composition ratio between the divalent cation expressed by (M_(1-x)Zn_(x)) and the trivalent cation expressed by ((T1)_(2-y)(T2)_(y)), in a case where the trivalent cation is 2, the divalent cation is 1. However, in a spinel structure in which cations are arranged in a disordered manner, the composition ratio between the divalent cation and the trivalent cation is not necessarily required to be a constant ratio. That is, a composition ratio in which the divalent cation is ±1 in a case where the trivalent cation is 2 may be obtained.

(Basic Structure)

In the example shown in FIG. 1, a magnetoresistance effect element 100 is provided on a substrate 1, and has a stacked structure provided with an underlayer 2, a first ferromagnetic metal layer 6, a tunnel barrier layer 3, a second ferromagnetic metal layer 7, and a cap layer 4 in order from the substrate 1.

(Tunnel Barrier Layer)

The tunnel barrier layer 3 is made of a non-magnetic insulating material. In general, the tunnel barrier layer has a film thickness of 3 nm or less, and in a case where the tunnel barrier layer is sandwiched between metal materials, a wave function of electrons of atoms of the metal materials extends beyond the tunnel barrier layer 3, and thus a current may flow regardless of the presence of an insulating material on the circuit. The magnetoresistance effect element 100 is classified into two types including: a type in which the typical tunneling effect is used; and a type in which the coherent tunneling effect where an orbit for tunneling is limited is predominant. In the typical tunneling effect, a magnetoresistance effect is obtained by spin polarization of ferromagnetic materials. On the other hand, in the coherent tunneling, an orbit for tunneling is limited. Therefore, in a magnetoresistance effect element in which coherent tunneling is predominant, an effect higher than or equivalent to spin polarization of ferromagnetic metal materials can be expected. In order to exhibit the coherent tunneling effect, it is necessary that the ferromagnetic metal materials and the tunnel barrier layer 3 be crystallized and joined in a specific orientation.

(Spinel Structure)

FIG. 2 shows a structure of a spinel. An A-site in which oxygen is fourfold coordinated to cations and a B-site in which oxygen is sixfold coordinated to cations exist. Here, a Sukenel structure referring to the spinel structure in which cations are disordered is a structure that has a lattice constant half the lattice constant of an ordered spinel structure while a position of an oxygen atom of the ordered spinel is almost not changed, and in which cations are positioned in tetrahedral positions and octahedral positions of oxygen atoms that are not occupied under ordinary circumstances. At this time, this structure may include total five structures shown in FIGS. 3 to 7, and may be any one of them or a mixed structure thereof.

(Definition of Disordered Spinel Structure)

In this specification, the spinel structure in which cations are disordered may be referred to as a Sukenel structure. The Sukenel structure refers to a structure where oxygen atoms are arranged in cubic close-packed lattice that is substantially similar to spinel lattice, the structure as a whole belongs to a cubic structure, but arrangement of cations are disordered. In an original ordered spinel, Mg and Al are arranged in order in the tetrahedral vacancies and octahedral vacancies in the original spinel. However, since these are arranged in random arrangement in the Sukenel structure, the crystal symmetry of the structure is different from MgAl₂O₄, and the lattice constant of the structure is substantially half of that of MgAl₂O₄. With a change in the lattice-repeating unit, a combination between the ferromagnetic layer material and the electronic structure (band structure) is changed, and thus a large TMR enhancement due to a coherent tunneling effect is obtained. For example, a space group of MgAl₂O₄ that is a non-magnetic spinel material is Fd-3m, but a space group of a disordered spinel structure with a lattice constant reduced by half is known to be changed to Fm-3m or F-43m, and there are total five structures (Non-Patent Document 2). Any one of them can be used.

In this specification, the Sukenel structure is not essentially required to be a cubic structure. In the stacked structure, the crystal structure is influenced by the crystal structure of the material of an underlayer, and the lattice is thus partially distorted. Each material has a bulk crystal structure, but in a case where it is formed into a thin film, a partially distorted crystal structure based on the bulk crystal structure can be taken. Particularly, in the invention, the tunnel barrier layer has a very thin structure, and is easily influenced by the crystal structure of the layer brought into contact with the tunnel barrier layer. In this regard, the bulk crystal structure of a Sukenel structure is a cubic structure, and in this specification, the Sukenel structure includes a Sukenel structure which does not have a cubic structure in addition to a Sukenel structure slightly deviating from the cubic structure. A deviation from the cubic structure in the Sukenel structure described in this specification is generally slight, and this deviation depends on the accuracy of a measurement method for evaluating the structure.

(Constituent Elements of Sukenel Structure and Film Thickness) A difference in ionic radius between the cations represented by M, Zn, T1, and T2 contained in the tunnel barrier layer 3 is preferably 0.3 Å or less. In a case where the difference in ionic radius is small, the cations are unlikely to be ordered, and thus the lattice constant becomes smaller than that of a general spinel structure. Accordingly, the MR ratio is further increased in a case where two or more types of elements that are similar to each other in ionic radius are combined.

The tunnel barrier layer 3 preferably has a film thickness of 1.0 nm or greater. In a region where the film thickness of the tunnel barrier layer 3 is 1.0 nm or greater, the output voltage is constant. It can be thought that in a case where the film thickness of the tunnel barrier layer 3 is 1.0 nm or greater, a proportion of a current that flows and does not contribute to magnetoresistance is constant, and the output voltage is constant.

The divalent cations in the elements contained in the tunnel barrier layer 3 are preferably zinc and any one of magnesium or cadmium. In a case where the difference in ionic radius is small, the cations are unlikely to be ordered, and thus the lattice constant becomes smaller than that of a general spinel structure. Accordingly, the MR ratio is further increased in a case where two or more types of elements that are similar to each other in ionic radius are combined. Particularly, in a case where the divalent cations include plural types of elements such as magnesium, zinc, and cadmium, a spinel structure in which the cations are disordered is easily obtained.

The trivalent cations in the elements contained in the tunnel barrier layer 3 are preferably aluminum and gallium. In a case where the difference in ionic radius is small, the cations are unlikely to be ordered, and thus the lattice constant becomes smaller than that of a general spinel structure. Accordingly, the MR ratio is further increased in a case where two or more types of elements that are similar to each other in ionic radius are combined. Particularly, in a case where the trivalent cations are aluminum and gallium, a spinel structure in which the cations are disordered is easily obtained.

The trivalent cations in the elements contained in the tunnel barrier layer 3 are preferably gallium and indium. In a case where the difference in ionic radius is small, the cations are unlikely to be ordered, and thus the lattice constant becomes smaller than that of a general spinel structure. Accordingly, the MR ratio is further increased in a case where two or more types of elements that are similar to each other in ionic radius are combined. Particularly, in a case where the trivalent cations are gallium and indium, a spinel structure in which the cations are disordered is easily obtained.

In the tunnel barrier layer 3, the number of elements of the divalent cation is preferably larger than half the number of elements of the trivalent cation. Disorder of cation sites is promoted, and the MR ratio is increased.

(First Ferromagnetic Metal Layer)

Examples of the material of the first ferromagnetic metal layer 6 include metal selected from the group consisting of Cr, Mn, Co, Fe, and Ni, alloy including one or more of the metals of the group, and alloy including one or more metals selected from the group and at least one element of B, C, and N. Specific examples thereof include Co—Fe and Co—Fe—B. A Heusler alloy such as Co₂FeSi is preferable in order to obtain a high output. The Heusler alloy includes intermetallic compounds having a chemical composition of X₂YZ. X denotes a Co, Fe, Ni, or Cu group transition metal element or noble metal in the periodic table, Y denotes a Mn, V, Cr, or Ti group transition metal, and can also take the elemental species of X, and Z denotes representative elements of III to V groups. Examples thereof include Co₂FeSi, Co₂MnSi, and Co₂Mn_(1-a)Fe_(a)Al_(b)Si_(1-b). In addition, an antiferromagnetic material such as IrMn and PtMn may be used as a material brought into contact with the first ferromagnetic metal layer 6 in order to make coercivity of the first ferromagnetic metal layer larger than that of the second ferromagnetic metal layer 7. Furthermore, the first ferromagnetic metal layer may have a synthetic ferromagnetic coupling structure such that the second ferromagnetic metal layer 7 is not influenced by a leakage magnetic field of the first ferromagnetic metal layer 6.

In a case where a magnetization direction of the first ferromagnetic metal layer 6 is made perpendicular to the stacked plane, a stacked film of Co and Pt is preferably used. For example, in a case where the first ferromagnetic metal layer 6 has a composition of [Co (0.24 nm)/Pt (0.16 nm)]₆/Ru (0.9 nm)/[Pt (0.16 nm)/Co (0.16 nm)]₄/Ta (0.2 nm)/FeB (1.0 nm), the magnetization direction can be made perpendicular to the stacked plane.

(Second Ferromagnetic Metal Layer)

A ferromagnetic material, particularly, a soft magnetic material is applied as a material of the second ferromagnetic metal layer 7, and examples thereof include metal selected from the group consisting of Cr, Mn, Co, Fe, and Ni, alloy including one or more of the metals of the group, and alloy including one or more metals selected from the group and at least one element of B, C, and N. Specific examples thereof include Co—Fe, Co—Fe—B, and Ni—Fe.

In a case where a magnetization direction of the second ferromagnetic metal layer 7 is made perpendicular to the stacked plane, the second ferromagnetic metal layer 7 preferably has a thickness of 2.5 nm or less. Perpendicular magnetic anisotropy can be applied to the second ferromagnetic metal layer 7 at an interface between the second ferromagnetic metal layer 7 and the tunnel barrier layer 3. The second ferromagnetic metal layer 7 preferably has a thin film thickness since the effect of the perpendicular magnetic anisotropy is reduced if the second ferromagnetic metal layer 7 has a thick film thickness.

In general, the first ferromagnetic metal layer 6 has a structure in which the magnetization direction thereof is fixed, and is called a fixed layer. In addition, since the second ferromagnetic metal layer 7 has a magnetization direction that can be more easily changed by an external magnetic field or a spin torque than the first ferromagnetic metal layer 6, the second ferromagnetic metal layer is called a free layer.

(Substrate)

A magnetoresistance effect element according to the invention may be formed on a substrate.

In that case, a material showing excellent flatness is preferably used as a material of the substrate 1. The substrate 1 differs depending on the purpose. For example, in a case of MRAM, a circuit formed in a Si substrate can be used under the magnetoresistance effect element. In a case of a magnetic head, an AlTiC substrate that can be easily processed can be used.

(Underlayer)

In a case where a magnetoresistance effect element according to the invention is formed on a substrate, first, an underlayer may be formed on the substrate.

In that case, the underlayer 2 is used to control crystallinity such as crystal orientation and crystal grain size of the first ferromagnetic metal layer 6 and layers formed above the first ferromagnetic metal layer 6. Therefore, it is important to select the material of the underlayer 2. Hereinafter, the material and the configuration of the underlayer 2 will be described. Any of a conductive material and an insulating material may be used for the underlayer, but in a case where electric power is fed to the underlayer, a conductive material is preferably used. First, as a first example of the underlayer 2, a nitride layer having a (001)-oriented NaCl structure and containing at least one element selected from the group consisting of Ti, Zr, Nb, V, Hf, Ta, Mo, W, B, Al, and Ce is exemplified. As a second example of the underlayer 2, a (002)-oriented perovskite conductive oxide layer made of RTO₃ is exemplified. Here, the R-site includes at least one element selected from the group consisting of Sr, Ce, Dy, La, K, Ca, Na, Pb, and Ba, and the T-site includes at least one element selected from the group consisting of Ti, V, Cr, Mn, Fe, Co, Ni, Ga, Nb, Mo, Ru, Ir, Ta, Ce, and Pb. As a third example of the underlayer 2, an oxide layer having a (001)-oriented NaCl structure and containing at least one element selected from the group consisting of Mg, Al, and Ce is exemplified. As a fourth example of the underlayer 2, a layer having a (001)-oriented tetragonal or cubic structure and containing at least one element selected from the group consisting of Al, Cr, Fe, Co, Rh, Pd, Ag, Ir, Pt, Au, Mo, and W is exemplified. As a fifth example of the underlayer 2, a layer having a stacked structure with a combination of two or more of the layers of the above first to fourth examples is exemplified. By devising the structure of the underlayer as described above, it is possible to control the crystallinity of the ferromagnetic layer 2 and layers formed above the ferromagnetic layer 2, thereby improving the magnetic characteristics.

(Cap Layer)

A cap layer may be formed on the second ferromagnetic metal layer of the magnetoresistance effect element according to the invention.

A cap layer 4 is installed above the second ferromagnetic metal layer 7 in a stacking direction in order to control crystallinity such as crystal orientation and crystal grain size and element diffusion. In a case where a free layer having a bcc structure is formed, the crystal structure of the cap layer may be any one of a fcc structure, a hcp structure, and a bcc structure. In a case where a free layer having a fcc structure is formed, the crystal structure of the cap layer may be any one of a fcc structure, a hcp structure, and a bcc structure. The film thickness of the cap layer may be within such a range that a distortion relaxation effect is obtained and a reduction in the MR ratio by shunt is not shown. The film thickness of the cap layer is preferably 1 nm to 30 nm.

(Shape and Dimensions of Element)

A laminate formed of the first ferromagnetic metal layer, the tunnel barrier layer, and the second ferromagnetic metal layer 2 constituting the invention has a columnar shape. In addition, it may have various shapes such as a circular shape, a square shape, a triangle shape, and a polygonal shape when viewed from top, and preferably has a circular shape from the viewpoint of symmetry. That is, the laminate preferably has a columnar shape.

FIGS. 8 and 9 show examples of the shape and the dimensions of the magnetoresistance effect element.

FIG. 8 is a diagram showing a structure when viewed from a side in a stacking direction of the magnetoresistance effect element 100. The magnetoresistance effect element 100 of FIG. 8 has an electrode layer 5 formed above the cap layer 4 shown in FIG. 1. FIG. 9 is a diagram showing a structure when viewed in the stacking direction of the magnetoresistance effect element 100. In FIG. 9, a current source 71 and a voltmeter 72 are also shown.

The magnetoresistance effect element 100 is processed into a columnar shape of 80 nm or less as shown in FIGS. 8 and 9, and wiring is applied. Since the magnetoresistance effect element 100 is processed into a columnar shape having a size of 80 nm or less, a domain structure is not likely to be formed in the ferromagnetic metal layers, and it is not necessary to consider a component having a different spin polarization in the ferromagnetic metal layers. In FIG. 9, the magnetoresistance effect element 100 is disposed at a position where the underlayer 2 and the electrode layer 5 intersect each other.

(Evaluation Method)

The magnetoresistance effect element 100 can be evaluated with the structure shown in FIGS. 8 and 9. For example, the power supply 71 and the voltmeter 72 are disposed as shown in FIG. 9 such that a fixed current or a fixed voltage is applied to the magnetoresistance effect element 100. By measuring the voltage or the current while sweeping an external magnetic field, a change in the resistance of the magnetoresistance effect element 100 can be measured.

In general, the MR ratio is expressed by the following formula.

MR Ratio (%)={(R _(AP) −R _(P))/R _(P)}×100

R_(P) denotes a resistance in a case where magnetization directions of the first ferromagnetic metal layer 6 and the second ferromagnetic metal 7 are parallel to each other, and R_(AP) denotes a resistance in a case where magnetization directions of the first ferromagnetic metal layer 6 and the second ferromagnetic metal 7 are antiparallel to each other.

In a case where a strong current flows in the magnetoresistance effect element 100, magnetization rotation occurs by a STT effect, and a resistance value of the magnetoresistance effect element 100 is rapidly changed. The current value at which the resistance value is rapidly changed is called an inversion current value (Jc).

(Definition of Stability of Output Voltage)

In this application, a stable output refers to the fact that the output voltage is in a range of (average output voltage±2.5%) in a certain region. For example, in a case where the tunnel barrier layer 7 of this application is used as an angle sensor, a difference of ±2.5% in output is acceptable in a case of reading an orientation with accuracy of 5 degrees.

(Others)

In this embodiment, the structure has been exemplified in which the first ferromagnetic metal layer 6 having high coercivity is disposed on the lower side, but the invention is not limited to this structure. In a case of a structure in which the first ferromagnetic metal layer 6 having high coercivity is disposed on the upper side, the coercivity is reduced in comparison with a case in which the first ferromagnetic metal layer 6 is disposed on the lower side, but the tunnel barrier layer 3 can be formed by utilizing the crystallinity of the substrate, and thus the MR ratio can be increased.

In order to utilize the magnetoresistance effect element as a magnetic sensor, a resistance change preferably changes linearly with respect to an external magnetic field. In a general laminated film of ferromagnetic layers, magnetization directions are easily directed into the stacking plane by shape anisotropy. In this case, for example, a magnetic field is applied from outside to make the magnetization directions of the first ferromagnetic metal layer and the second ferromagnetic metal layer intersect each other, thereby changing the resistance change linearly with respect to the external magnetic field. However, in this case, since a mechanism that applies a magnetic field is required near the magnetoresistance effect element, this is not preferable for integration. In a case where the ferromagnetic metal layer itself has perpendicular magnetic anisotropy, this is advantageous for integration since a method such as application of a magnetic field from outside is not required.

The magnetoresistance effect element using this embodiment can be used as a magnetic sensor or a memory such as a MRAM. Particularly, this embodiment is effective for products that are used with a bias voltage higher than a bias voltage used in conventional magnetic sensors.

(Manufacturing Method)

The magnetoresistance effect element 100 can be formed using, for example, a magnetron sputtering apparatus.

The tunnel barrier layer 3 can be produced through a known method. For example, a thin metal film is formed on the first ferromagnetic metal layer 6 by sputtering, performing plasma oxidation or natural oxidation by oxygen introduction thereon, and performing a heat treatment thereon. As the film-forming method, not only a magnetron sputtering method but also a thin film-forming method such as a vapor deposition method, a laser ablation method, or a MBE method can be used.

Each of the underlayer, the first ferromagnetic metal layer, the second ferromagnetic metal layer, and the cap layer can be formed through a known method.

Second Embodiment

A second embodiment is different from the first embodiment only in the method of forming a tunnel barrier layer. In the first embodiment, the tunnel barrier layer is formed by repeatedly performing formation and oxidation of a metal film. In the second embodiment, the substrate temperature is lowered to −70 to −30 degrees, and then oxidation is performed in the oxidation step. By cooling the substrate, a temperature gradient is generated between the substrate and the vacuum or between the substrate and the plasma. First, in a case where a surface of the substrate is exposed to oxygen, oxygen reacts with the metal material and the metal material is oxidized. However, the oxidation does not proceed due to the low temperature. Accordingly, the oxygen amount of the tunnel barrier layer is easily adjusted. Moreover, by forming the temperature gradient, epitaxial growth (lattice-matched growth) is easily adjusted. Since the crystal growth proceeds by the temperature gradient, the epitaxial growth is easily performed in a case where the temperature of the substrate is sufficiently lowered. As the temperature of the substrate is increased, domains are formed and a plurality of crystal nuclei are thus formed in the plane. Each of the crystal nuclei is independently and epitaxially grown, and thus a part in which lattices are not matched is formed in a part in which the grown domains are in contact with each other.

It is preferable that in the tunnel barrier layer, lattice-matched parts, which are lattice-matched with both of a first ferromagnetic metal layer and a second ferromagnetic metal layer, partially exist. In general, it is preferable that the tunnel barrier layer be completely lattice-matched to both of the first ferromagnetic metal layer and the second ferromagnetic metal layer. However, in a case where the tunnel barrier layer is completely lattice-matched, spin-polarized electrons interfere with each other during passing through the tunnel barrier layer, and thus the electrons do not easily pass through the tunnel barrier layer. In contrast, in a case where lattice-matched parts, in which lattices are matched, partially exist, the interference between spin-polarized electrons during passing through the tunnel barrier layer is appropriately cut in parts in which lattices are not matched, and thus the spin-polarized electrons easily pass through the tunnel barrier layer. The volume ratio of the lattice-matched part portion in the tunnel barrier layer with respect to the volume of the entire tunnel barrier layer is preferably 65% to 95%. In a case where the volume ratio of the lattice-matched part in the tunnel barrier layer is 65% or less, the effect of coherent tunneling is reduced, and thus the MR ratio decreases. In a case where the volume ratio of the lattice-matched part in the tunnel barrier layer is 95% or greater, the interference effect between the spin-polarized electrons during passing through the tunnel barrier layer is not be weakened, and thus an increase in passage of the spin-polarized electrons through the tunnel barrier layer is not observed.

(Method of Calculating Volume Ratio of Lattice-Matched Portion)

The volume ratio of the lattice-matched part (lattice-matched portion) with respect to the volume of the entire tunnel barrier layer can be estimated from, for example, a TEM image. Regarding whether the lattices are matched, a part including the tunnel barrier layer, the first ferromagnetic metal layer, and the second ferromagnetic metal layer in a cross-section TEM image is Fourier-transformed to obtain an electron beam diffraction image. In the electron beam diffraction image obtained by Fourier transformation, electron beam diffraction spots in directions other than the stacking direction are removed. That image is subjected to inverse Fourier transformation to provide an image in which information only in the stacking direction is obtained. In lattice lines in the inverse Fourier image, a part in which the tunnel barrier layer is continuously connected to both of the first ferromagnetic metal layer and the second ferromagnetic metal layer is defined as a lattice-matched portion. In addition, in lattice lines, a part in which the tunnel barrier layer is not continuously connected to at least one of the first ferromagnetic metal layer and the second ferromagnetic metal layer, or in which no lattice lines are detected, is defined as a lattice-mismatched portion. In the lattice-matched portion, in the lattice lines in the inverse Fourier image, the layers are continuously connected from the first ferromagnetic metal layer to the second ferromagnetic metal layer via the tunnel barrier layer, and thus a width (L_(C)) of the lattice-matched portion can be measured from the TEM image. Similarly, in the lattice-mismatched portion, in the lattice lines in the inverse Fourier image, the layers are not continuously connected, and thus a width (L_(I)) of the lattice-mismatched portion can be measured from the TEM image. Using the width (L_(C)) of the lattice-matched portion as a numerator and using the sum of the width (L_(C)) of the lattice-matched portion and the width (L_(I)) of the lattice-mismatched portion as a denominator, the volume ratio of the lattice-matched portion with respect to the volume of the entire tunnel barrier layer can be obtained. The TEM image is a cross-section image, but includes information including a depth. Accordingly, it can be thought that the region estimated from the TEM image is proportional to the volume.

FIG. 23 shows an example of the part in which the tunnel barrier layer and the ferromagnetic metal layer are lattice-matched. FIG. 23(A) shows an example of a high-resolution cross-section TEM image. FIG. 23(B) shows an example of an image obtained by performing inverse Fourier transformation after removal of electron beam diffraction spots in directions other than the stacking direction in the electron beam diffraction image. In FIG. 23(B), components perpendicular to the stacking direction are removed, and thus lattice lines can be observed in the stacking direction. This shows that the tunnel barrier layer and the ferromagnetic metal layer are continuously connected to each other without interruption at an interface therebetween.

EXAMPLES Example 1

Hereinafter, an example of the method of manufacturing a magnetoresistance element according to the first embodiment will be described. Film formation was performed on a substrate provided with a thermal silicon oxide film using a magnetron sputtering method. As an underlayer, 5 nm of Ta/3 nm of Ru was formed, and as a first ferromagnetic metal layer, 12 nm of IrMn/10 nm of CoFe/0.8 nm of Ru/7 nm of CoFe was formed in this order on the underlayer.

Next, a method of forming a tunnel barrier layer will be shown. A target having an alloy composition of Zn_(0.7)Cd_(0.25)Al_(1.3)Ga_(0.7) was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. Thereafter, the above-described sample was moved to an oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation by introducing Ar and oxygen. The natural oxidation time was 10 seconds, the partial pressure ratio of Ar to oxygen was 1 to 30, and the total gas pressure was 0.1 Pa. Then, a target having an alloy composition of Zn_(0.7)Cd_(0.25)Al_(1.3)Ga_(0.7) was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. The above-described sample was moved to the oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation and inductively coupled plasma oxidation by introducing Ar and oxygen. The natural oxidation time was 30 seconds, and the inductively coupled plasma oxidation time was 5 seconds. The partial pressure ratio of Ar to oxygen was 1 to 10, and the total gas pressure was 0.05 Pa.

The above-described stacked film was moved again to the film-forming chamber, and a 5 nm CoFe film was formed as a second ferromagnetic metal layer 7. 3 nm of Ru/5 nm of Ta was formed as a cap layer 4.

The above-described stacked film was installed in an annealing apparatus, and was heated at a temperature of 450° C. in an Ar atmosphere for 10 minutes. Thereafter, under an applied field of 8 kOe, a heat treatment was performed on the stacked film at 280 degrees for 6 hours.

Next, an element was formed as in FIG. 9. First, a photoresist was formed using electron beam lithography in such a way that the electrode layer was in a direction rotated by 90 degrees as in FIG. 9. A part other than a part below the photoresist was eliminated by an ion milling method to expose the thermal silicon oxide film that was the substrate, and thus a shape of the underlayer 2 was formed. In a narrow part in the shape of the underlayer, a photoresist was formed into a cylindrical shape of 80 nm using electron beam lithography, and a part other than a part below the photoresist was eliminated by an ion milling method to expose the underlayer. Thereafter, SiOx was formed as an insulating layer on the part shaved by ion milling. Here, the photoresist with a cylindrical shape of 80 nm was removed. The photoresist was not formed only in a part corresponding to an electrode pad of FIG. 9, and the insulating layer was removed by an ion milling method to expose the underlayer. Thereafter, an Au layer was formed. This electrode pad 8 functions as a contact electrode for the underlayer of the above-described stacked film. Next, a photoresist was formed and shaping was performed by an ion milling method such that the electrode layer of FIG. 9 was formed, and an Au film was formed. This functions as a contact electrode for the electrode layer of the above-described stacked film.

(Characteristic Evaluation of Example 1)

The magnetoresistance element evaluation method is based on a magnetoresistance element evaluation method that has been generally performed. As shown in FIG. 9, a current source and a voltmeter were connected to the electrode pad and the electrode layer, respectively, to perform measurement by a four-terminal method. 0.1 mA of a bias current was applied from an ammeter, and a voltage was measured by the voltmeter to obtain a resistance value. The changing resistance value was observed by applying a magnetic field to the magnetoresistance element from outside. FIG. 10 is a diagram showing a film thickness (2 t) and a magnetoresistance (MR) ratio of the tunnel barrier layer of the magnetoresistance element of Example 1. A maximum MR ratio is obtained in a case where 2 t is 0.9 to 1.1 nm, and the MR ratio is reduced in a case where the film thickness of the tunnel barrier layer is greater than 1.1 nm. FIG. 11 is a diagram showing a film thickness (2 t) of the tunnel barrier layer of Example 1 and an output voltage obtained by the magnetoresistance effect. It is found that a region where the output voltage is stable is formed in a case where 2 t is in the range of 1.0 to 2.1 nm. An output voltage (ΔV) of the stable region of Example 1 is 58 mV. FIG. 12 is a diagram showing results of the evaluation of the area resistance (RA) of the magnetoresistance element of Example 1. The horizontal axis represents the film thickness (2 t) of the tunnel barrier layer, and the vertical axis represents the RA. It is found that the RA is exponentially increased with an increase in the film thickness of the tunnel barrier layer. In addition, the RA is linearly increased in a case where 2 t is 1.0 to 1.9 nm. The resistance of the tunnel barrier layer is known to be exponentially increased in proportion to an increase in the film thickness, and it is found that the region on the straight line is an optimum oxidation condition for the film thickness of the tunnel barrier layer produced in the example.

From the characteristic evaluation of Example 1, it is found that the output voltage (ΔV) of the stable region is 58 mV, and a region where the output voltage is stable is formed in a case where 2 t is in the range of 1.0 to 2.1 nm. In addition, it is found that this film thickness region of the tunnel barrier layer is an optimum oxidation condition for the film thickness of the tunnel barrier layer.

Structure Analysis of Example 1

Structure analysis of the tunnel barrier layer was evaluated with an electron diffraction image obtained using transmission electron beams. The structure of the barrier layer was examined through this method, and it was confirmed that there was no reflection from the {022} plane and the {111} plane shown in the ordered spinel structure. In addition, it was found that this barrier had a cubic structure in which the spinel structure was disordered.

Composition Analysis of Example 1

The composition of the tunnel barrier layer was analyzed using energy dispersive X-ray analysis (EDS). As a standard of the composition ratio, the content of B³⁺ in a case where the tunnel barrier layer was expressed by a composition formula of AB₂O₄ was defined as 2, and relative amounts of Zn and Cd were compared to each other. As a result, Zn:Cd:Al:Ga=0.68:0.27:1.31:0.69 was obtained (the sum of the contents of Al and Ga that are trivalent cations is 2). Quantitativity of O was ignored since it is difficult to perform quantitative evaluation of O. In general, the crystal structure can be maintained even in a case where the amount of O deviates from the quantitative ratio in an oxide.

Example 2

The production method is similar to that in Example 1, but only the material for forming the tunnel barrier layer is different. A target having an alloy composition of Mg_(0.7)Zn_(0.25)Al_(1.3)Ga_(0.7) was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. Thereafter, the above-described sample was moved to an oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation by introducing Ar and oxygen. The natural oxidation time was 10 seconds, the division ratio of Ar to oxygen was 1 to 230, and the total gas pressure was 0.1 Pa. Then, the sample was returned to a film forming chamber, and a target having an alloy composition of Mg_(0.7)Zn_(0.25)Al_(1.3)Ga_(0.7) was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. The above-described sample was moved to the oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation and inductively coupled plasma oxidation by introducing Ar and oxygen. The natural oxidation time was 30 seconds, and the inductively coupled plasma oxidation time was 5 seconds. The partial pressure ratio of Ar to oxygen was 1 to 10, and the total gas pressure was 0.05 Pa.

Characteristics of Example 2

0.1 mA of a bias current was applied from an ammeter, and a voltage was measured by a voltmeter to obtain a resistance value. From the characteristic evaluation, it is found that the output voltage (ΔV) of the stable region is 69 mV, and a region where the output voltage is stable is formed in a case where 2 t is in the range of 1.1 to 1.9 nm.

In addition, it is found that this film thickness region of the tunnel barrier layer is an optimum oxidation condition for the film thickness of the tunnel barrier layer.

Structure Analysis of Example 2

For structure analysis of the tunnel barrier layer, evaluation was performed with an electron diffraction image obtained using transmission electron beams. Through this method, the structure of the barrier layer was examined, and it was confirmed that there was no reflection from the {022} plane and the {111} plane shown in the ordered spinel structure. In addition, it was found that this barrier had a cubic structure in which the spinel structure was disordered.

Composition Analysis of Example 2

The composition of the tunnel barrier layer was analyzed using energy dispersive X-ray analysis (EDS). As a standard of the composition ratio, the content of B³⁺ was defined as 2, and relative amounts of Mg and Zn were compared to each other. As a result, Mg:Zn:Al:Ga=0.7:0.23:1.33:0.67 was obtained. Quantitativity of O was ignored since it is difficult to perform quantitative evaluation of O. In general, the crystal structure can be maintained even in a case where the amount of O deviates from the quantitative ratio in an oxide.

Example 3

The production method is similar to that in Example 1, but only the material for forming the tunnel barrier layer is different. A target having an alloy composition of Mg_(0.7)Zn_(0.25)Ga_(0.7)In_(0.3) was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. Thereafter, the above-described sample was moved to an oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation by introducing Ar and oxygen. The natural oxidation time was 10 seconds, the partial pressure ratio of Ar to oxygen was 1 to 230, and the total gas pressure was 0.1 Pa. Then, the sample was returned to a film forming chamber, and a target having an alloy composition of Mg_(0.7)Zn_(0.25)Ga_(0.7)In_(0.3) was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. The above-described sample was moved to the oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation and inductively coupled plasma oxidation by introducing Ar and oxygen. The natural oxidation time was 30 seconds, and the inductively coupled plasma oxidation time was 5 seconds. The partial pressure ratio of Ar to oxygen was 1 to 10, and the total gas pressure was 0.05 Pa.

Characteristics of Example 3

0.1 mA of a bias current was applied from an ammeter, and a voltage was measured by a voltmeter to obtain a resistance value. From the characteristic evaluation, it is found that the output voltage (ΔV) of the stable region is 43 mV, and a region where the output voltage is stable is formed in a case where 2 t is in the range of 1.0 to 1.8 nm. In addition, it is found that this film thickness region of the tunnel barrier layer is an optimum oxidation condition for the film thickness of the tunnel barrier layer.

Structure Analysis of Example 3

For structure analysis of the tunnel barrier layer, evaluation was performed with an electron diffraction image obtained using transmission electron beams. Through this method, the structure of the barrier layer was examined, and it was confirmed that there was no reflection from the {022} plane and the {111} plane shown in the ordered spinel structure. In addition, it was found that this barrier had a cubic structure in which the spinel structure was disordered.

Composition Analysis of Example 3

The composition of the tunnel barrier layer was analyzed using energy dispersive X-ray analysis (EDS). As a standard of the composition ratio, the content of B³⁺ was defined as 2, and relative amounts of Mg and Zn were compared to each other. As a result, Mg:Zn:Ga:In=0.68:0.20:1.3:0.7 was obtained. Quantitativity of O was ignored since it is difficult to perform quantitative evaluation of O. In general, the crystal structure can be maintained even in a case where the amount of O deviates from the quantitative ratio in an oxide.

Example 4

The production method is similar to that in Example 1, but only the material for forming the tunnel barrier layer is different. A target having an alloy composition of Zn_(0.7)Cd_(0.25)Ga_(0.7)In_(0.3) was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. Thereafter, the above-described sample was moved to an oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation by introducing Ar and oxygen. The natural oxidation time was 10 seconds, the partial pressure ratio of Ar to oxygen was 1 to 230, and the total gas pressure was 0.1 Pa. Then, the sample was returned to a film forming chamber, and a target having an alloy composition of Zn_(0.7)Cd_(0.25)Ga_(0.7)In_(0.3) was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. The above-described sample was moved to the oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation and inductively coupled plasma oxidation by introducing Ar and oxygen. The natural oxidation time was 30 seconds, and the inductively coupled plasma oxidation time was 5 seconds. The partial pressure ratio of Ar to oxygen was 1 to 10, and the total gas pressure was 0.05 Pa.

Characteristics of Example 4

0.1 mA of a bias current was applied from an ammeter, and a voltage was measured by a voltmeter to obtain a resistance value. From the characteristic evaluation, it is found that the output voltage (ΔV) of the stable region is 33 mV, and a region where the output voltage is stable is formed in a case where 2 t is in the range of 1.3 to 1.8 nm. In addition, it is found that this film thickness region of the tunnel barrier layer is an optimum oxidation condition for the film thickness of the tunnel barrier layer.

Structure Analysis of Example 4

For structure analysis of the tunnel barrier layer, evaluation was performed with an electron diffraction image obtained using transmission electron beams. Through this method, the structure of the barrier layer was examined, and it was confirmed that there was no reflection from the {022} plane and the {111} plane shown in the ordered spinel structure. In addition, it was found that this barrier had a cubic structure in which the spinel structure was disordered.

Composition Analysis of Example 4

The composition of the tunnel barrier layer was analyzed using energy dispersive X-ray analysis (EDS). As a standard of the composition ratio, the content of B³⁺ was defined as 2, and relative amounts of Zn and Cd were compared to each other. As a result, Zn:Cd:Ga:In=0.73:0.19:1.3:0.7 was obtained. Quantitativity of O was ignored since it is difficult to perform quantitative evaluation of O. In general, the crystal structure can be maintained even in a case where the amount of O deviates from the quantitative ratio in an oxide.

Example 5

The production method is similar to that in Example 1, but only the material for forming the tunnel barrier layer is different. A target having an alloy composition of Mg_(0.83)Zn_(0.43)Al_(1.3)Ga_(0.7) was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. Thereafter, the above-described sample was moved to an oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation by introducing Ar and oxygen. The natural oxidation time was 10 seconds, the partial pressure ratio of Ar to oxygen was 1 to 230, and the total gas pressure was 0.1 Pa. Then, the sample was returned to a film forming chamber, and a target having an alloy composition of Mg_(0.83)Zn_(0.43)Al₁₃Ga_(0.7) was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. The above-described sample was moved to the oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation and inductively coupled plasma oxidation by introducing Ar and oxygen. The natural oxidation time was 30 seconds, and the inductively coupled plasma oxidation time was 5 seconds. The partial pressure ratio of Ar to oxygen was 1 to 10, and the total gas pressure was 0.05 Pa.

Characteristics of Example 5

0.1 mA of a bias current was applied from an ammeter, and a voltage was measured by a voltmeter to obtain a resistance value. FIG. 13 is a diagram showing a film thickness (2 t) and a magnetoresistance (MR) ratio of the tunnel barrier layer of the magnetoresistance element of Example 5. A maximum MR ratio is obtained in a case where 2 t is 0.9 to 1.2 nm, and the MR ratio is reduced in a case where the film thickness of the tunnel barrier layer is greater than 1.2 nm. FIG. 14 is a diagram showing a film thickness (2 t) of the tunnel barrier layer of Example 5 and an output voltage obtained by the magnetoresistance effect. It is found that a region where the output voltage is stable is formed in a case where 2 t is in the range of 1.2 to 1.7 nm. An output voltage (ΔV) of the stable region of Example 1 is 90 mV. FIG. 15 is a diagram showing results of the evaluation of the area resistance (RA) of the magnetoresistance element of Example 5. The horizontal axis represents the film thickness (2 t) of the tunnel barrier layer, and the vertical axis represents the RA. It is found that the RA is exponentially increased with an increase in the film thickness of the tunnel barrier layer. In addition, the RA is linearly increased in a case where 2 t is 1.1 to 2.0 nm. The resistance of the tunnel barrier layer is known to be exponentially increased in proportion to an increase in the film thickness, and it is found that the region on the straight line is an optimum oxidation condition for the film thickness of the tunnel barrier layer produced in the example. From the characteristic evaluation, it is found that the output voltage (ΔV) of the stable region is 90 mV, and a region where the output voltage is stable is formed in a case where 2 t is in the range of 1.2 to 1.7 nm. In addition, it is found that this film thickness region of the tunnel barrier layer is an optimum oxidation condition for the film thickness of the tunnel barrier layer.

Structure Analysis of Example 5

For structure analysis of the tunnel barrier layer, evaluation was performed with an electron diffraction image obtained using transmission electron beams. Through this method, the structure of the barrier layer was examined, and it was confirmed that there was no reflection from the {022} plane and the {111} plane shown in the ordered spinel structure. In addition, it was found that this barrier had a cubic structure in which the spinel structure was disordered.

Composition Analysis of Example 5

The composition of the tunnel barrier layer was analyzed using energy dispersive X-ray analysis (EDS). As a standard of the composition ratio, the content of B³⁺ was defined as 2, and relative amounts of Mg and Zn were compared to each other. As a result, Mg:Zn:Al:Ga=0.81:0.43:1.323:0.68 was obtained. Quantitativity of O was ignored since it is difficult to perform quantitative evaluation of O. In general, the crystal structure can be maintained even in a case where the amount of O deviates from the quantitative ratio in an oxide.

Example 6

The production method is similar to that in Example 1, but only the material for forming the tunnel barrier layer is different. Mg, Zn, Al, and Ga targets were simultaneously subjected to sputtering to form a film with a thickness oft nm using a linear shutter such that an arbitrary composition ratio is obtained. At this time, the sum of the contents of Mg and Zn was adjusted so as to be 45% of the sum of the contents of Al and Ga in terms of composition ratio. Thereafter, the above-described sample was moved to an oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation by introducing Ar and oxygen. The natural oxidation time was 10 seconds, the partial pressure ratio of Ar to oxygen was 1 to 23, and the total gas pressure was 0.1 Pa. Then, the sample was returned to a film forming chamber, and Mg, Zn, Al, and Ga targets were simultaneously subjected to sputtering to form a film with a thickness oft nm using a linear shutter such that an arbitrary composition ratio is obtained. At this time, the sum of the contents of Mg and Zn was adjusted so as to be 45% of the sum of the contents of Al and Ga in terms of composition ratio. The above-described sample was moved to the oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation and inductively coupled plasma oxidation by introducing Ar and oxygen. The natural oxidation time was 30 seconds, and the inductively coupled plasma oxidation time was 5 seconds. The partial pressure ratio of Ar to oxygen was 1 to 10, and the total gas pressure was 0.05 Pa.

Structure Analysis of Example 6

For structure analysis of the tunnel barrier layer, evaluation was performed with an electron diffraction image obtained using transmission electron beams. Through this method, the structure of the barrier layer was examined, and it was confirmed that there was no reflection from the {022} plane and the {111} plane shown in the ordered spinel structure. In addition, it was found that this barrier had a cubic structure in which the spinel structure was disordered.

Composition Analysis of Example 6

The composition of the tunnel barrier layer was analyzed using energy dispersive X-ray analysis (EDS). As a standard of the composition ratio, the content of B³⁺ was defined as 2, and relative amounts of Mg and Zn were compared to each other. As a result, Mg+Zn:Al+Ga=0.9:2 was obtained. Quantitativity of O was ignored since it is difficult to perform quantitative evaluation of O. In general, the crystal structure can be maintained even in a case where the amount of O deviates from the quantitative ratio in an oxide.

Characteristics of Example 6

FIG. 16 is a three-dimensional diagram of a range of a film thickness at which an output voltage independent of the film thickness is obtained in a case where the tunnel barrier layer of Example 6 has a composition ratio of (Mg_(1-x)Zn_(x))_(0.9)(Al_(2-y)Ga_(y))O₄. That is, FIG. 16 is a diagram in which the horizontal axis x represents a composition ratio of an A²⁺ site, the vertical axis y represents a composition ratio of a B³⁺ site, and the Z-axis direction represents a width (nm) of the film thickness at which the output voltage is independent of the film thickness. Patterns outside the right frame in FIG. 16 will be described. The horizontal stripe pattern represents a voltage of 0 V to less than 0.4 V, the narrow vertical stripe pattern represents a voltage of 0.4 V to less than 0.6 V, the oblique stripe pattern represents a voltage of 0.6 V to less than 0.8 V, and the wide vertical stripe pattern represents a voltage of 0. V or greater. For example, the wide vertical stripe pattern indicates that a voltage of a region where the voltage is stable is 0.8 V or greater, and the horizontal stripe pattern indicates that a voltage of a region where the voltage is stable is less than 0.4 V.

From FIG. 16, it is found that a film thickness region in which the output voltage is independent of the film thickness is present at a composition ratio in a region where composition ratios combined as follows are vertexes, and the vertexes are connected by straight lines:

(1) x=0.2, y=0.1,

(2) x=0.8, y=0.1,

(3) x=0.8, y=1.7,

(4) x=0.6, y=1.7, and

(5) x=0.2, y=0.7.

In addition, it is found that a region where x ranges from 0.2 to 0.8 and y ranges from 0.1 to 0.75, is more preferable since the width of the film thickness at which the output voltage is independent of the film thickness is increased.

Example 7

The production method is similar to that in Example 1, but only the method for forming the tunnel barrier layer is different. A film was formed on a substrate provided with a thermal silicon oxide film using a magnetron sputtering method. 5 nm of Ta/3 nm of Ru was formed as an underlayer, and 12 nm of IrMn/10 nm of CoFe/0.8 nm of Ru/7 nm of CoFe was formed as a first ferromagnetic metal layer in order. Next, a method of forming a tunnel barrier layer will be shown. 0.8 nm of Zn_(0.7)Cd_(0.25)Al_(1.3)Ga_(0.7) was formed by sputtering. Thereafter, the above-described sample was moved to an oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less, and the substrate was cooled to −70 to −30 degrees. Then, natural oxidation was performed by introducing Ar and oxygen. The natural oxidation time was 10 seconds, the partial pressure ratio of Ar to oxygen was 1 to 30, and the total gas pressure was 0.1 Pa. Then, the sample was returned to a film forming chamber, and 0.6 nm of Zn_(0.7)Cd_(0.25)Al_(1.3)Ga_(0.7) was formed by sputtering. The above-described sample was moved to the oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less, and the substrate was cooled to −70 to −30 degrees. Then, natural oxidation and inductively coupled plasma oxidation were performed by introducing Ar and oxygen. The natural oxidation time was 30 seconds, and the inductively coupled plasma oxidation time was 5 seconds. The partial pressure ratio of Ar to oxygen was 1 to 10, and the total gas pressure was 0.05 Pa.

Cross-Section Analysis of Example 7

A volume ratio of the lattice-matched part (lattice-matched portion) with respect to the volume of the entire tunnel barrier layer was calculated as described above using a cross-section transmission electron microscope (TEM) image and an image obtained by removing electron beam diffraction spots in a direction other than a stacking direction in an electron beam diffraction image obtained by Fourier-transforming the TEM image and by then performing inverse Fourier transformation.

FIG. 24 is a structural schematic diagram of a cross-section including a direction parallel to the stacking direction of Example 7. From the high-resolution cross-section TEM image obtained in Example 7, it was found that a size (width) of the film surface of the lattice-matched part of the tunnel barrier layer in a direction parallel thereto was 30 nm or less in any part. 30 nm is about 10 times the lattice constant of the CoFe alloy that is the material of the first ferromagnetic metal layer and the second ferromagnetic metal layer, and mutual interference of the spin-polarized electrons in a direction perpendicular to the tunneling direction before or after coherent tunneling can be thought to be intensified about 10 times the lattice constant.

FIG. 25 is a diagram showing a volume ratio of the lattice-matched part (lattice-matched portion) with respect to the volume of the entire tunnel barrier layer of Example 7 and characteristics of the element. FIG. 25(A) is a diagram showing element resistance (Rp) when magnetization directions of the first ferromagnetic metal layer and the second ferromagnetic metal layer are parallel to each other. FIG. 25(B) is a diagram showing element resistance (Rap) when magnetization directions of the first ferromagnetic metal layer and the second ferromagnetic metal layer are antiparallel to each other. FIG. 25(C) is a diagram showing a magnetoresistance ratio of the element. The Rp tends to be reduced when the proportion of the lattice-matched part in which the tunnel barrier layer is lattice-matched to both of the first ferromagnetic metal layer and the second ferromagnetic metal layer is in the range of 65% to 95%. Regarding this, in a case where the tunnel barrier layer is completely lattice-matched, spin-polarized electrons interfere with each other during passing through the tunnel barrier layer, and thus it is thought that the electrons do not easily pass through the tunnel barrier layer. In contrast, in a case where the lattice-matched parts, in which lattices are matched, partially exists, the interference of spin-polarized electrons during passing through the tunnel barrier layer is appropriately cut in a part in which lattices are not matched, and thus the spin-polarized electrons easily pass through the tunnel barrier layer. As a result, it is thought that a tendency of a reduction in the Rp is observed. At the same time, a tendency of a slight increase in the Rap is observed when the proportion of the lattice-matched portion is in the range of 65% to 95%. This indicates that even when the magnetization directions of the first ferromagnetic metal layer and the second ferromagnetic metal layer are antiparallel to each other, the interference between domains is eased, and it is found that the spin-polarized electrons passing through the tunnel barrier layer are magnetically scattered.

Comparative Example 1

The production method is similar to that in Example 1, but only the material for forming the tunnel barrier layer is different. A Mg target was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. Thereafter, the above-described sample was moved to an oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation by introducing Ar and oxygen. The natural oxidation time was 10 seconds, the partial pressure ratio of Ar to oxygen was 1 to 30, and the total gas pressure was 0.1 Pa. Then, the sample was returned to a film forming chamber, and a Mg target was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. The above-described sample was moved to the oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation and inductively coupled plasma oxidation by introducing Ar and oxygen. The natural oxidation time was 30 seconds, and the inductively coupled plasma oxidation time was 5 seconds. The partial pressure ratio of Ar to oxygen was 1 to 10, and the total gas pressure was 0.05 Pa.

Characteristics of Comparative Example 1

0.1 mA of a bias current was applied from an ammeter, and a voltage was measured by a voltmeter to obtain a resistance value. FIG. 17 is a diagram showing a film thickness (2 t) and a magnetoresistance (MR) ratio of the tunnel barrier layer of the magnetoresistance element of Comparative Example 1. A maximum MR ratio is obtained in a case where 2 t is 1.24 to 1.82 nm, and the MR ratio is reduced in a case where the film thickness of the tunnel barrier layer is greater than 1.82 nm. FIG. 18 is a diagram showing a film thickness (2 t) of the tunnel barrier layer of Comparative

Example 1 and an output voltage obtained by the magnetoresistance effect. A maximum output voltage is obtained in a case where 2 t is 2.0 nm. The region where the output voltage was stable, observed in Examples 1 to 6, was not observed. FIG. 19 is a diagram showing results of the evaluation of the area resistance (RA) of the magnetoresistance element of Comparative Example 1. The horizontal axis represents the film thickness (2 t) of the tunnel barrier layer, and the vertical axis represents the RA. It is found that the RA is exponentially increased with an increase in the film thickness of the tunnel barrier layer. In addition, the RA is linearly increased in a case where 2 t is 1.0 to 2.01 m. The resistance of the tunnel barrier layer is known to be exponentially increased in proportion to an increase in the film thickness, and it is found that the region on the straight line is an optimum oxidation condition for the film thickness of the tunnel barrier layer produced in the example.

Comparative Example 2

The production method is similar to that in Example 1, but only the material for forming the tunnel barrier layer is different. A MgIn₂ target was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. Thereafter, the above-described sample was moved to an oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation by introducing Ar and oxygen. The natural oxidation time was 10 seconds, the partial pressure ratio of Ar to oxygen was 1 to 30, and the total gas pressure was 0.1 Pa. Then, the sample was returned to a film forming chamber, and a MgIn₂ target was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. The above-described sample was moved to the oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation and inductively coupled plasma oxidation by introducing Ar and oxygen. The natural oxidation time was 30 seconds, and the inductively coupled plasma oxidation time was 5 seconds. The partial pressure ratio of Ar to oxygen was 1 to 10, and the total gas pressure was 0.05 Pa.

Characteristics of Comparative Example 2

0.1 mA of a bias current was applied from an ammeter, and a voltage was measured by a voltmeter to obtain a resistance value. FIG. 20 is a diagram showing a film thickness (2 t) and a magnetoresistance (MR) ratio of the tunnel barrier layer of the magnetoresistance element of Comparative Example 2. A maximum MR ratio is obtained in a case where 2 t is 0.8 to 1.46 nm, and the MR ratio is reduced in a case where the film thickness of the tunnel barrier layer is greater than 1.46 nm. FIG. 21 is a diagram showing a film thickness (2 t) of the tunnel barrier layer of Comparative Example 2 and an output voltage obtained by the magnetoresistance effect. A maximum output voltage is obtained in a case where 2 t is 2.28 nm. The region where the output voltage was stable, observed in Examples 1 to 6, was not observed. FIG. 22 is a diagram showing results of the evaluation of the area resistance (RA) of the magnetoresistance element of Comparative Example 2. The horizontal axis represents the film thickness (2 t) of the tunnel barrier layer, and the vertical axis represents the RA. It is found that the RA is exponentially increased with an increase in the film thickness of the tunnel barrier layer. In addition, the RA is linearly increased in a case where 2 t is 0.9 to 1.84 m. The resistance of the tunnel barrier layer is known to be exponentially increased in proportion to an increase in the film thickness, and it is found that the region on the straight line is an optimum oxidation condition for the film thickness of the tunnel barrier layer produced in the example.

Structure Analysis of Comparative Example 2

For structure analysis of the tunnel barrier layer, evaluation was performed with an electron diffraction image obtained using transmission electron beams. Through this method, the structure of the barrier layer was examined, and it was confirmed that there was no reflection from the {022} plane and the {111} plane shown in the ordered spinel structure. In addition, it was found that this barrier had a spinel structure.

Composition Analysis of Comparative Example 2

The composition of the tunnel barrier layer was analyzed using energy dispersive X-ray analysis (EDS). As a standard of the composition ratio, the content of B³⁺ was defined as 2, and relative amounts of Mg and Zn were compared to each other. As a result, MgIn=0.98:2 was obtained. Quantitativity of O was ignored since it is difficult to perform quantitative evaluation of O. In general, the crystal structure can be maintained even in a case where the amount of O deviates from the quantitative ratio in an oxide.

Comparative Example 3

The production method is similar to that in Example 1, but only the material for forming the tunnel barrier layer is different. A Mg_(0.7)Zn_(0.25)Al₂ target was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. Thereafter, the above-described sample was moved to an oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation by introducing Ar and oxygen. The natural oxidation time was 10 seconds, the partial pressure ratio of Ar to oxygen was 1 to 30, and the total gas pressure was 0.1 Pa. Then, the sample was returned to a film forming chamber, and a Mg_(0.7)Zn_(0.25)Al₂ target was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. The above-described sample was moved to the oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation and inductively coupled plasma oxidation by introducing Ar and oxygen. The natural oxidation time was 30 seconds, and the inductively coupled plasma oxidation time was 5 seconds. The partial pressure ratio of Ar to oxygen was 1 to 10, and the total gas pressure was 0.05 Pa.

Characteristics of Comparative Example 3

0.1 mA of a bias current was applied from an ammeter, and a voltage was measured by a voltmeter to obtain a resistance value. A maximum MR ratio is obtained in a case where 2 t is 0.9 to 1.4 nm, and the MR ratio is reduced in a case where the film thickness of the tunnel barrier layer is greater than 1.4 nm. A maximum output voltage is obtained in a case where 2 t is 1.6 nm. The region where the output voltage was stable, observed in Examples 1 to 6, was not observed. The RA is linearly increased in a case where 2 t is 0.8 to 2.0 m. The resistance of the tunnel barrier layer is known to be exponentially increased in proportion to an increase in the film thickness, and it is found that the region on the straight line is an optimum oxidation condition for the film thickness of the tunnel barrier layer produced in the example.

Comparative Example 4

The production method is similar to that in Example 1, but only the material for forming the tunnel barrier layer is different. A target having an alloy composition of Mg_(0.7)Pb_(0.25)Al_(1.3)Ga_(0.7) was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. Thereafter, the above-described sample was moved to an oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation by introducing Ar and oxygen. The natural oxidation time was 10 seconds, the partial pressure ratio of Ar to oxygen was 1 to 230, and the total gas pressure was 0.1 Pa. Then, the sample was returned to a film forming chamber, and a target having an alloy composition of Mg_(0.7)Pb_(0.25)Al_(1.3)Ga_(0.7) was subjected to sputtering to form a film with a thickness oft nm using a linear shutter. The above-described sample was moved to the oxidation chamber of which the inside was kept in an ultrahigh vacuum of 1×10⁻⁸ Pa or less to perform natural oxidation and inductively coupled plasma oxidation by introducing Ar and oxygen. The natural oxidation time was 30 seconds, and the inductively coupled plasma oxidation time was 5 seconds. The partial pressure ratio of Ar to oxygen was 1 to 10, and the total gas pressure was 0.05 Pa.

Characteristics of Comparative Example 4

0.1 mA of a bias current was applied from an ammeter, and a voltage was measured by a voltmeter to obtain a resistance value. From the characteristic evaluation, it is found that the output voltage (ΔV) of the stable region is 10 mV, and a region where the output voltage is stable is not formed at any film thickness. In addition, it is found that this film thickness region of the tunnel barrier layer is an optimum oxidation condition for the film thickness of the tunnel barrier layer.

Structure Analysis of Comparative Example 4

For structure analysis of the tunnel barrier layer, evaluation was performed with an electron diffraction image obtained using transmission electron beams. Through this method, the structure of the barrier layer was examined, and it was confirmed that there was no reflection from the {022} plane and the {111} plane shown in the ordered spinel structure. In addition, it was found that this barrier had a cubic structure in which the spinel structure was disordered.

Composition Analysis of Comparative Example 4

The composition of the tunnel barrier layer was analyzed using energy dispersive X-ray analysis (EDS). As a standard of the composition ratio, the content of B³⁺ was defined as 2, and relative amounts of Mg and Zn were compared to each other. As a result, Mg:Pb:Al:Ga=0.71:0.16:1.32:0.68 was obtained. Quantitativity of O was ignored since it is difficult to perform quantitative evaluation of O. In general, the crystal structure can be maintained even in a case where the amount of O deviates from the quantitative ratio in an oxide.

Comparison of Examples with Comparative Examples

Table 1 shows the examples and the comparative examples.

TABLE 1 EXAMPLES 2 t @ ΔV [nm] ΔV[mV] EXAMPLE 1 1.0~2.1 58 EXAMPLE 2 1.1~1.9 69 EXAMPLE 3 1.0~1.8 43 EXAMPLE 4 1.3~1.8 33 EXAMPLE 5 1.2~1.7 90

In a case of comparing the examples with the comparative examples, the output voltage (ΔV) of the stable region was not observed under the conditions of the comparative examples from the characteristic evaluation. In the examples, the output voltage of the stable region is observed in a film thickness region of the tunnel barrier layer having a thickness of at least 1.0 nm or greater.

In the examples and the comparative examples, it was possible to observe the magnetoresistance with any combination of the divalent cation and the trivalent cation of Table 2. However, the output voltage (ΔV) of the stable region was observed in a case where two or more types of divalent cations and two or more types of trivalent cations were contained and combined.

The examples have a more optimum condition. The condition is that the difference in ionic radius between the cations contained in the tunnel barrier layer is 0.3 Å or less. Table 2 shows ionic radiuses of the cations used in the examples and the comparative examples. Table 3 shows a difference between the maximum ionic radius and the minimum ionic radius of the cations obtained from Table 2, and a width (2 tw) of the film thickness region of the tunnel barrier layer in which an output voltage of the stable region is obtained in each of the examples.

TABLE 2 ION IONIC RADIUS [Å] Mg²⁺ 0.57 Zn²⁺ 0.6 Cd²⁺ 0.78 Pb²⁺ 0.98 Al³⁺ 0.535 Ga³⁺ 0.62 In³⁺ 0.8

TABLE 3 DIFFERENCE BETWEEN MAXIMUM IONIC RADIUS AND MINIMUM IONIC RADIUS [Å] 2 tw [nm] EXAMPLE 1 0.245 1.1 EXAMPLE 2 0.085 0.8 EXAMPLE 3 0.23 0.8 EXAMPLE 4 0.2 0.5 EXAMPLE 5 0.245 0.5

From Table 3, it is found that in a case where the difference in ionic radius between the cations is 0.3 Å, the width of the film thickness region of the tunnel barrier layer is 0.5 nm or greater. In a general sputtering apparatus, it is difficult to adjust the film thickness of the tunnel barrier layer in an error range not greater than 0.1 nm, and thus a stable output voltage is preferably obtained at a film thickness of (target film thickness±greater than 0.1 nm). Accordingly, it is found that Examples 1 to 5 are preferable for production of magnetic sensors and the like.

INDUSTRIAL APPLICABILITY

The invention can be applied to a magnetoresistance effect element capable of obtaining an output voltage independent of a film thickness of a tunnel barrier layer.

DESCRIPTION OF THE REFERENCE SYMBOLS

-   -   100: MAGNETORESISTANCE EFFECT ELEMENT     -   1: SUBSTRATE     -   2: UNDERLAYER     -   3: TUNNEL BARRIER LAYER     -   4: CAP LAYER     -   5: ELECTRODE LAYER     -   6: FIRST FERROMAGNETIC METAL LAYER     -   7: SECOND FERROMAGNETIC METAL LAYER     -   8: ELECTRODE PAD     -   71: CURRENT SOURCE     -   72: VOLTMETER 

1. A magnetoresistance effect element comprising: a first ferromagnetic metal layer; a second ferromagnetic metal layer; and a tunnel barrier layer that is sandwiched between the first and second ferromagnetic metal layers, wherein: the tunnel barrier layer has a spinel structure in which cations are arranged in a disordered manner; the tunnel barrier layer is expressed by a composition formula of (M_(1-x)Zn_(x))((T1)_(2-y)(T2)_(y))O₄, wherein M represents a non-magnetic divalent cation other than Zn, each of T1 and T2 represents a non-magnetic trivalent cation, and x and y represent a composition ratio in a region where composition ratios combined as follows ((1) to (5)) are vertexes, and the vertexes are connected by straight lines: (1) x=0.2, y=0.1, (2) x=0.8, y=0.1, (3) x=0.8, y=1.7, (4) x=0.6, y=1.7, and (5) x=0.2, y=0.7; the tunnel barrier layer comprises: at least one lattice-matched portion that is lattice-matched with both of the first ferromagnetic metal layer and the second ferromagnetic metal layer, and at least one lattice-mismatched portion that is not lattice-matched with at least one of the first ferromagnetic metal layer and the second ferromagnetic metal layer; and when viewed as an inverse Fourier transform image in a stacking direction of a cross-sectional crystal lattice image of the interface between the tunnel barrier layer and the first and/or the second ferromagnetic metal layer, a lattice-matched portion is made up of a plurality of sequential, continuously-connected lattice lines, and a lattice-mismatched portion is made up of a plurality of sequential, non-continuously-connected lattice lines and/or no lattice lines.
 2. The magnetoresistance effect element according to claim 1, wherein a volume ratio of the lattice-matched portion with respect to a volume of the entire tunnel barrier layer is 65% to 95%.
 3. The magnetoresistance effect element according to claim 1, wherein in the composition formula, a difference in ionic radius between the cations represented by M, Zn, T1, and T2 is 0.3 Å or less.
 4. The magnetoresistance effect element according to claim 1, wherein in the composition formula, M represents a cation of magnesium or cadmium.
 5. The magnetoresistance effect element according to claim 1, wherein in the composition formula, one of T1 and T2 represents a cation of aluminum, and the other represents a cation of gallium.
 6. The magnetoresistance effect element according to claim 1, wherein in the composition formula, one of T1 and T2 represents a cation of gallium, and the other represents a cation of indium.
 7. The magnetoresistance effect element according to claim 1, wherein the number of elements of the divalent cation is smaller than half the number of elements of the trivalent cation.
 8. The magnetoresistance effect element according to claim 1, wherein at least one of the first ferromagnetic metal layer and the second ferromagnetic metal layer is Co₂Mn_(1-a)Fe_(a)Al_(b)Si_(1-b) (0≤a≤1, 0≤b≤1).
 9. The magnetoresistance effect element according to claim 1, wherein the tunnel barrier layer has a film thickness of 1.0 nm or greater.
 10. The magnetoresistance effect element according to claim 1, wherein the first ferromagnetic metal layer has larger coercivity than the second ferromagnetic metal layer.
 11. The magnetoresistance effect element according to claim 1, wherein at least one of the first ferromagnetic metal layer and the second ferromagnetic metal layer has magnetic anisotropy perpendicular to a lamination direction. 